Upcoming events

There will be a talk at the CRC Colloquium on 15 July 2026 at 4:00 pm. Prof. Dr. Eva Viehmann and Dr. Paul Philippe will speak about "Automorphisms of generic abelian varieties in positive characteristic". The lecture will take place in lecture hall M2. Get-together afterwards in the Cluster Common Room.

Prof. Dr. Elia Brue (University of Bocconi) will give a talk entitled "Collapse under Ricci curvature bounds" at the Colloquium Wilhelm Killing on 16 July 2026. Tea time starts at 3:15 pm in the Cluster Common Room.

This second M²A² workshop aims to further mathematical modeling and model falsification in the sciences and to point out important new mathematical theories being and having to be developed for a better understanding of real world phenomena.

Prof. Dr. Julian Fischer (IST, Klosterneuburg) will give a talk entitled "Minimal surfaces in random environments: Quantitative homogenization, superconcentration, and applications in fracture mechanics" at the Colloquium Wilhelm Killing on 23 July 2026. 

The Young Geometers meeting aims at bridging subareas of Differential Geometry by bringing together early career researchers working in geometry and related fields. The focus of the conference is therefore to provide networking opportunities for advanced master students, doctoral researchers and early career postdocs.

The aim of the conference is to foster interactions between researchers working in areas such as classification of C*-algebras and Steinberg algebras, topological and algebraic K-theory, the Baum-Connes and Farrell-Jones conjectures, as well as KK-theory and noncommutative motives. 

In Honor of Bernhard Riemann’s 200th birthday
The Cluster of Excellence 'Mathematics Münster' has recently obtained continued funding for its second term. Much like the cluster bridges the full spectrum of mathematics at Münster ‒ from pure to applied ‒ the conference aims to unite prominent international mathematicians, cluster researchers, and early career scholars.

Workshop on Stochastic PDEs and Interacting particle systems and Quantum Field Theory. The aim of the conference is to bring together leading experts on singular SPDEs, critical phenomena, and interacting particle systems, fostering exchange and collaboration across these interconnected areas.

The focus of this workshop is stochastic spatial structures in non-Euclidean spaces, including point processes, tessellations, and random geometric graphs. The event highlights recent advances and aims to bring together researchers from different backgrounds in order to stimulate active scientific exchange.

The aim of this workshop is to present a panorama of the recent developments around spin geometry and index theorem. 

In their book on period spaces for p-divisible groups, Rapoport and Zink conjecture a certain duality on the data giving rise to moduli spaces of p-divisible groups, producing an equivariant isomorphism of the generic fibers of the corresponding moduli spaces at infinite level. As a special case of their conjecture, one can recover the famous isomorphism between the Lubin-Tate and Drinfeld spaces at infinite level. This workshop will give a modern proof of this isomorphism using the theory of local shtukas as developed by Scholze and Weinstein in the Berkeley notes, and explore its application to the Jacquet-Langlands correspondence following the work of Hansen and Mann.

The annual MaRDI meeting will bring together researchers to discuss current advances in FAIR mathematical research data, from standards for metadata and ontologies to workflows for reproducible simulations. Central topics include research data in numerical analysis and scientific computing, as well as infrastructures such as knowledge graphs and repositories. The meeting will showcase concrete use cases and tools developed within MaRDI.

The aim of this workshop is to gather the researchers working in stochastic geometry with particular focus on random tessellations and those working in statistical learning with a particular focus on methods that utilise random partitions, creating the opportunity to foster new collaborations and get an input on recent developments in both areas.

This workshops aims to present recent developments in analytical and geometrical aspects of point processes, such as functional inequalities, asymptotic large scale behaviour, geometric models, and dynamics.

Further details are to be announced.

The Summer School offers an overview of modern topics in applied mathematics, with a focus on the Calculus of Variations and PDEs, including the treatment of nonlocal interactions, pattern formation, and stochastic homogenization. It is intended for PhD students and early-career postdoctoral researchers.

This workshop has taken place every other year since 2003. It is perhaps the single most visible differential geometry conference worldwide. It brings together geometers at all career stages, from leading international experts to doctoral students, and provides a platform for the dissemination of the latest research breakthroughs.

The conference will bring together leading experts and young researchers working at the interface of quantum field theory, category theory, and representation theory. It will highlight recent advances in tensor categories, vertex operator algebras, and categorical structures in quantum field theory, and foster new collaborations across mathematics and mathematical physics. The meeting celebrates the 60th birthday of Christoph Schweigert, whose work has been central in shaping these developments.

The conference will address a broad spectrum of topics at the interface of probability theory and statistical mechanics. It will bring together leading experts alongside early-career researchers, fostering a lively and productive exchange of ideas.

The GIP annual meeting already takes place for the eighth time and is the major event organized by the German-speaking inverse problems community. It brings together mathematicians and applied scientists across all career stages, fostering exchange on emerging research directions and promoting the transfer of ideas, methods, and open challenges between mathematics and the applied sciences.